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1)  conjunctive proposition
联言命题
1.
The research based on sentences expressed by conjunctive proposition, aimed at solving why the conjunctive proposition that depend on the same logic can perform differently in forms of language.
联言命题中肢命题间的关系为合取关系,表达合取关系的语句主要集中在传统的复句中,同时也有一部分单句。
2)  conjunctive proposition of modality
模态联言命题
1.
This paper,by constructing a logical sketch map about relation of values,mainly depicts 4 equivalent expressions,4 contradictory expressions and 32 implications expressions between conjunctive proposition of modality or disjunctive proposition of modality and modal proposition of conjunctive form or modal proposition of disjunctive form.
该文通过构造一个逻辑关系示意图 ,重点刻画了模态联言命题、模态选言命题与联言模态命题、选言模态命题之间所存在的 4个等值式、4个矛盾式和 32个蕴涵式 ,这些等值式、矛盾式和蕴涵式都与人们的实际思维密切联系 ,均可借助自然语言的实例得到直观理解 ,并在思维实践中加以运用。
3)  modal proposition of conjunctive form
联言模态命题
1.
This paper,by constructing a logical sketch map about relation of values,mainly depicts 4 equivalent expressions,4 contradictory expressions and 32 implications expressions between conjunctive proposition of modality or disjunctive proposition of modality and modal proposition of conjunctive form or modal proposition of disjunctive form.
该文通过构造一个逻辑关系示意图 ,重点刻画了模态联言命题、模态选言命题与联言模态命题、选言模态命题之间所存在的 4个等值式、4个矛盾式和 32个蕴涵式 ,这些等值式、矛盾式和蕴涵式都与人们的实际思维密切联系 ,均可借助自然语言的实例得到直观理解 ,并在思维实践中加以运用。
4)  Hypothetical proposition
假言命题
5)  categorical proposition
直言命题
1.
This paper carries out full analysis on Aristotle s theory on categorical proposition and points out that he introduced,for the first time in logic history,term variable,established opposition matrix,and laid basis for syllogism.
对亚里士多德的直言命题理论作了全面的分析,指出亚里士多德在逻辑史上第一次引进词项变元,建立了对当方阵,为三段论奠定了基础。
2.
Matching up to the three indispensable conditions to conversion inference of categorical proposition in traditional logic is in fact proved to be the restriction of interrelation between lexical items that the conversion inference concerns, as is visually cleared by Eulerian graph.
直言命题换位推理应当同时满足的三个条件实际上是对此变形推理所涉及的词项关系的制约,欧拉图可以很直观地反映这一点。
3.
Is it universally adequate that the reasoning rule "if a term is not distributive in the premise, it is still not in the conclusion" in the reasoning consisting of categorical propositions? This is a question that has not been resolved in logic.
"在前提中不周延的项,在结论中仍不得周延"这条推理规则在由直言命题组成的推理中是否普遍适用?这是一个在逻辑学中尚未得到解决的问题。
6)  disjunctive proposition
选言命题
1.
In our country, logic circles have different views on three theory problems :the definition of compound proposition , the definition of disjunctive proposition and the dignity of exclusive disjunctive proposition.
我国逻辑界对复合命题的定义、选言命题的定义以及不相容选言命题的身份这三个理论问题 ,有不同的观点。
补充资料:选言命题
选言命题
disjunctive proposition

   形式为“A或者B”的复合命题。现代逻辑称之为析取命题。选言命题陈述几种事物情况之中至少有一种存在。在形式逻辑中,该命题的联结词“或者”理解为相容的,即不能同假但可以同真,当支命题A和B都真时,复合命题“A或者B”仍为真;“A或者B”假,当且仅当A和B都假。中国许多有关传统逻辑的书中,常称这种命题为相容的选言命题。日常语言关于“或者”的含义往往不确定,有时可能表示不能同真。在日常语言中,如果已确知某一命题A为真,通常不作出“A或者B”的断定。传统逻辑在讨论选言命题时,主要涉及4种互相有关的命题形式:①A并且B,这是联言命题,现代逻辑则称之为合取命题。②非A或者非B,这是选言命题,是对联言命题的否定。③A或者B。④非A并且非B,即分离命题,它是A或者B的否定。中国讲传统逻辑的书,大都论及不相容的选言命题其形式为“要么A要么B”。“要么,要么”的含义与“或者”不同,它表示不能同真,又不能同假。
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